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Question
A mass at the end of a spring oscillates times per second with an amplitude of . Determine
(a) the velocity when it passes the equilibrium point,
(b). the velocity when it is from equilibrium,
(c). the total energy of the system, and
(d). the equation describing the motion of the mass, assuming that at , was a maximum.
Solution
VerifiedAnswered 7 months ago
Answered 7 months ago
Step 1
1 of 8Let be the mass of the block, the frequency of oscillation, and the amplitude.
The law of conservation of energy will be applied extensively in this problem.
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